How do martensitic twin boundaries move?

被引:0
|
作者
Ackland, GJ [1 ]
Pinsook, U [1 ]
机构
[1] Univ Edinburgh, Dept Phys & Astron, Edinburgh EH9 2LZ, Midlothian, Scotland
关键词
D O I
暂无
中图分类号
O29 [应用数学];
学科分类号
070104 ;
摘要
The martensitic phase transformation from bcc to hcp underlies a number of curious effects, including shape-memory and superelasticity. The distinctive feature is the microscopic reversibility of the transition: at the atomic level, the position of each atom is uniquely related between phases. Moreover, this one-to-one relationship holds not only for the perfect crystal transformation mechanism, but also for the topological defects (such as twin boundaries) which are created in the transformation. Furthermore, for shape memory effect the microscopic relationship must be preserved by the deformation mechanism active in the material. In this paper, we examine the microscopic phenomena which allow these relationships to hold, and the consequences for shape-memory alloy design.
引用
收藏
页码:155 / 160
页数:6
相关论文
共 50 条
  • [31] How and why do plant nuclei move in response to light?
    Iwabuchi, Kosei
    Takagi, Shingo
    PLANT SIGNALING & BEHAVIOR, 2008, 3 (04) : 266 - 268
  • [32] How do Immune Cells move in the Central Nervous System?
    Klotz, L. H.
    AKTUELLE NEUROLOGIE, 2016, 43 (03) : 206 - 206
  • [33] YOU HAVE THE CONTRACT - NOW HOW DO YOU MOVE IT
    MCDONALD, D
    CONSULTING ENGINEER, 1984, 62 (04): : 67 - 70
  • [34] SS-433 - HOW DO THE MOVING LINES MOVE
    GRANDI, SA
    VISTAS IN ASTRONOMY, 1981, 25 (1-2): : 7 - 11
  • [35] How do economic crises impact firm boundaries?
    Foss, Kirsten
    EUROPEAN MANAGEMENT REVIEW, 2010, 7 (04) : 217 - 227
  • [36] How to Do Things with Boundaries: Redistricting and the Construction of Politics
    Gardner, James A.
    ELECTION LAW JOURNAL, 2012, 11 (04): : 399 - 419
  • [37] Do we know how to effectively treat twin-twin transfusion syndrome?
    Crombleholme, TM
    THIRD WORLD CONGRESS ON CONTROVERSIES IN OBSTETRICS GYNECOLOGY & INFERTILITY, 2002, : 101 - 105
  • [38] INTERPHASE TWIN BOUNDARIES
    IEVLEV, VM
    BUGAKOV, AV
    IRKHIN, BP
    TURAEVA, TL
    FIZIKA TVERDOGO TELA, 1991, 33 (10): : 2882 - 2887
  • [39] Functional twin boundaries
    Van Aert, S.
    Turner, S.
    Delville, R.
    Schryvers, D.
    Van Tendeloo, G.
    Ding, X.
    Salje, E. K. H.
    PHASE TRANSITIONS, 2013, 86 (11) : 1052 - 1059
  • [40] TWIN BOUNDARIES IN PEROVSKITE
    WHITE, TJ
    SEGALL, RL
    BARRY, JC
    HUTCHINSON, JL
    ACTA CRYSTALLOGRAPHICA SECTION B-STRUCTURAL SCIENCE CRYSTAL ENGINEERING AND MATERIALS, 1985, 41 (APR): : 93 - 98